™Free Social Media Marketing Course With Certificate For Beginners
Businesses can observe people social networking web site uses within the native space and advertise specials and offers. These could be exclusive and within the type of "get a free drink with a replica of this tweet". This type of message encourages other locals to comply with the business on the websites to be able to get hold of the promotional deal. Creating an especially influential social media presence is the key to creating persuasive and appealing content that would join your audience instantly. This is as a result of the customers not solely belief you with the product or service you supply however get to know you as a business on a a lot deeper level. Learn the way to drive social media engagement by linking strategy and tactics and measuring outcomes.
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"